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becuz they will always go on to say that then, instantaneously and faster than the speed of light the information is transmitted to the other one that it can only be spinning counter clockwise.
Quote from: fangzbecuz they will always go on to say that then, instantaneously and faster than the speed of light the information is transmitted to the other one that it can only be spinning counter clockwise. Whoever said that made a mistake since in measuring the spin of one of the particles it only places the system into one of the two possible eigenstates. But in doing so no information is being transmitted.
... please say that's what u mean?that every time i check the coin that i kept, there's a 50% chance of it being one or the other....
Quote from: fangz on 24/05/2013 01:12:52... please say that's what u mean?that every time i check the coin that i kept, there's a 50% chance of it being one or the other....The coins are just an analogy. With the particles, checking (measuring their spin) disentangles them, so it only works once per pair.
i don't understand how a particle can 'know' that it's been measured.
here's possibility 1.......this is what it seems like quantum entanglement is saying.....my wife's sister were not named when they were born. they were only told the rule that they were either Ariel or Leira but never told which one was which. i was the first person ever to ask either of them this question. so when the blonde sister decided she was going to be named Ariel, the redhead sister knew that she must be Leira.here's possibility 2.......when they were born, their mother gave them names, it's just that my wife never cared to ask them which was which.
it quantum entanglement just a theoretical thing? like it's a way of abstractly dealing with probabilities?
It's real;
The point with the sister here is that they both, have both names, before your asking, (also called a 'super position'). You asking one will 'force' a settlement of names (measuring). And the other sister doesn't 'need to know' what name the first sister gives, she must have (and 'know') the other name, directly at your measurement of the first according to the experiments we've done so far.
I like the way JP put it, earlier; it's as if there are two sets of twins and your measurement of one selects which pair you're dealing with.
I assume you mean the example with the coins. I see the analogy, but don't see how it avoids hidden variables.